Squeeze Theorem: Statement, How to Use It and Examples
The squeeze (sandwich) theorem finds limits by trapping a function between two others. Step-by-step examples with x²·sin(1/x), sin(x)/x and cos(x)/x.
The squeeze (sandwich) theorem finds limits by trapping a function between two others. Step-by-step examples with x²·sin(1/x), sin(x)/x and cos(x)/x.
lim x→0 sin(x)/x = 1. See the squeeze theorem proof, the L’Hôpital shortcut (and why it’s circular), a numerical table and related limits.